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1. The basis vectors for rigid body A and B initially coincide. A is held fixed...
1- A fixed mass rigid tank is filled with Refrigerant-134a. Assuming initially, R-134a is under 160...
1- A fixed mass rigid tank is filled with Refrigerant-134a. Assuming initially, R-134a is under 160 psia and saturated condition (quality, x, = 1.0). The volume of tank is 20 ft. Then it went through a process until the final pressure, P, reduced to 50 psia, and the heat transfer occurred during this process. Determine (a) the final temperature, (b) the amount of R-134a been condensed, (c) the net heat transfer. (15 points)
01. Answer both parts of this question. Part-1 2D Rigid Body Dynamics The machine shown in...
01. Answer both parts of this question. Part-1 2D Rigid Body Dynamics The machine shown in Figure Q1a comprises an arm AB attached to a rotating joint at point A, which can also be elevated by a hydraulic ram. The arm has mass 100 kg and moment of inertia IG = 10 kgm about mass centre G. A fixed x-y frame is shown with its origin at point A. At the instant shown, the arm is in the horizontal position...
1. In the figure below there are two vectors A and B. Draw/sketch (on the grids...
1. In the figure below there are two vectors A and B. Draw/sketch (on the grids somewhere outside the gray box) a vector R that is the sum of the two, (i.e. R-A+B) Clearly label the resultant vector as R Use the grid from problem 1 to determine the horizontal and vertical components of the resultant vector (R, and Ry respectively). Consider each box to be 1.00m by 1.00m. 2. Ry- 3. For the vector given in problems 1. and...
Part 1- Graphical use ruler and protractor and graphically draw the three vectors A, B and...
Part 1- Graphical use ruler and protractor and graphically draw the three vectors A, B and C then draw the result use tip-to-tail or parallelogram method measure the length and angle of result and write it in table 1( directions are related to horizontal line) I. Graphical (table 1) Magnitude Direction VECTOR (cm) 4.90 9.80 C7.35 (degrees) 20.0 120.0 220.0 R1 A+B+C
Express Fas a vector in terms of the unit vectors i, j and k (present your...
Express Fas a vector in terms of the unit vectors i, j and k (present your answer with 3 significant figures). Please enter your answers in the form of Ai +Bj +Ck. z - F = 60 N 1101 40 50 Dimensions in millimeters Determine the angle in degrees between F and the y- axis. z - F = 60 N 1101 40 50 Dimensions in millimeters 300 mm 150 mm 200 mm Use the vector product treatment to express...
Please solve all parts. #3. A uniform rod B of mass mg is placed inside tube A of mass mA. Both bodies are slender rods...
Please solve all parts.
#3. A uniform rod B of mass mg is placed inside tube A of mass mA. Both bodies are slender rods, homogeneous, and of length L. Initially B is held inside A by a lightweight cap (not shown) that covers the end of tube A while the assembly is spinning freely with the angular velocity wi about the z-axis. The cap then falls off, allowing the rod to slide out of the tube. If Tube B...
Objectives for Lab 3 (Free Body Diagrams, Circular Motion). Prove that forces are vectors and understand...
Objectives for Lab 3 (Free Body Diagrams, Circular Motion). Prove that forces are vectors and understand the difference between externally applied forces and internal reaction forces. 11 Explore uniform circular motion. Conduct an experiment to understand centripetal force and centripetal acceleration. 21 Procedure for objective # 1. Suspend a block on a string in a vertical position. Let one member of a team pull the block to the right. a) Draw a free body diagram of the block. In which...
1. (20 points) Using the eigenstates of S, as the basis, (a) determine the eigenvalues and...
1. (20 points) Using the eigenstates of S, as the basis, (a) determine the eigenvalues and eigenstates of Sy; (b) determine the eigenvalues and eigenstates of S.ñ, where S is the spin-1/2 angular momentum, ñ is an unit vector. 2.(30 points) Consider a system with j = 1. (a) Explicitly write down <j = 1, m'J j = 1, m > in 3 x 3 matrix form. (b) Determine the eigenstate and eigenvectors of Jr. (c) Consider the eigenstate of...
Problem 1 A half solid, half shell Steel shaft ABCD is fixed to a rigid wall...
Problem 1 A half solid, half shell Steel shaft ABCD is fixed to a rigid wall at its end A and has the dimensions shown in the figure below. Torques Ti and T2 are applied at sections B and D in the indicated directions, respectively. A solid concentric copper shaft is incased in the shell part of the steel shaft between the rigid wall at end A and the solid portion of the steel shaft at C. Shear modulus of...
Problem 1. (15 points) Recall, the Eulerian angles that we defined in class as shown below....
Problem 1. (15 points) Recall, the Eulerian angles that we defined in class as shown below. The axes (î, þ, â) are fixed in body frame B and the axes (Î, Ê, Â) are fixed in the inertial reference frame F. The orientation of B with respect to mathF is represented through the angles (0, 0, 4) using a sequence about intermediate z, intermediate y and intermediate z-axis again to obtain body-fixed frame B in the final configuration, from the...
1- A fixed mass rigid tank is filled with Refrigerant-134a. Assuming initially, R-134a is under 160 psia and saturated condition (quality, x, = 1.0). The volume of tank is 20 ft. Then it went through a process until the final pressure, P, reduced to 50 psia, and the heat transfer occurred during this process. Determine (a) the final temperature, (b) the amount of R-134a been condensed, (c) the net heat transfer. (15 points)
01. Answer both parts of this question. Part-1 2D Rigid Body Dynamics The machine shown in Figure Q1a comprises an arm AB attached to a rotating joint at point A, which can also be elevated by a hydraulic ram. The arm has mass 100 kg and moment of inertia IG = 10 kgm about mass centre G. A fixed x-y frame is shown with its origin at point A. At the instant shown, the arm is in the horizontal position...
1. In the figure below there are two vectors A and B. Draw/sketch (on the grids somewhere outside the gray box) a vector R that is the sum of the two, (i.e. R-A+B) Clearly label the resultant vector as R Use the grid from problem 1 to determine the horizontal and vertical components of the resultant vector (R, and Ry respectively). Consider each box to be 1.00m by 1.00m. 2. Ry- 3. For the vector given in problems 1. and...
Part 1- Graphical use ruler and protractor and graphically draw the three vectors A, B and C then draw the result use tip-to-tail or parallelogram method measure the length and angle of result and write it in table 1( directions are related to horizontal line) I. Graphical (table 1) Magnitude Direction VECTOR (cm) 4.90 9.80 C7.35 (degrees) 20.0 120.0 220.0 R1 A+B+C
Express Fas a vector in terms of the unit vectors i, j and k (present your answer with 3 significant figures). Please enter your answers in the form of Ai +Bj +Ck. z - F = 60 N 1101 40 50 Dimensions in millimeters Determine the angle in degrees between F and the y- axis. z - F = 60 N 1101 40 50 Dimensions in millimeters 300 mm 150 mm 200 mm Use the vector product treatment to express...
Please solve all parts.
#3. A uniform rod B of mass mg is placed inside tube A of mass mA. Both bodies are slender rods, homogeneous, and of length L. Initially B is held inside A by a lightweight cap (not shown) that covers the end of tube A while the assembly is spinning freely with the angular velocity wi about the z-axis. The cap then falls off, allowing the rod to slide out of the tube. If Tube B...
Objectives for Lab 3 (Free Body Diagrams, Circular Motion). Prove that forces are vectors and understand the difference between externally applied forces and internal reaction forces. 11 Explore uniform circular motion. Conduct an experiment to understand centripetal force and centripetal acceleration. 21 Procedure for objective # 1. Suspend a block on a string in a vertical position. Let one member of a team pull the block to the right. a) Draw a free body diagram of the block. In which...
1. (20 points) Using the eigenstates of S, as the basis, (a) determine the eigenvalues and eigenstates of Sy; (b) determine the eigenvalues and eigenstates of S.ñ, where S is the spin-1/2 angular momentum, ñ is an unit vector. 2.(30 points) Consider a system with j = 1. (a) Explicitly write down <j = 1, m'J j = 1, m > in 3 x 3 matrix form. (b) Determine the eigenstate and eigenvectors of Jr. (c) Consider the eigenstate of...
Problem 1 A half solid, half shell Steel shaft ABCD is fixed to a rigid wall at its end A and has the dimensions shown in the figure below. Torques Ti and T2 are applied at sections B and D in the indicated directions, respectively. A solid concentric copper shaft is incased in the shell part of the steel shaft between the rigid wall at end A and the solid portion of the steel shaft at C. Shear modulus of...
Problem 1. (15 points) Recall, the Eulerian angles that we defined in class as shown below. The axes (î, þ, â) are fixed in body frame B and the axes (Î, Ê, Â) are fixed in the inertial reference frame F. The orientation of B with respect to mathF is represented through the angles (0, 0, 4) using a sequence about intermediate z, intermediate y and intermediate z-axis again to obtain body-fixed frame B in the final configuration, from the...
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